{
  "Id": "0c7d8438-eaea-ef11-a730-000d3a5b6756",
  "Name": "Start 2 And Stop 15 Calibration Pattern",
  "Description": "This calibration pattern is designed for ATLAS, ATLAS Walker & ATLAS Pro lane machines ONLY.",
  "Distance": 36,
  "TankAConditioner": "KEGEL",
  "TankBConditioner": "KEGEL",
  "ForwardLoadscreens": [
    {
      "Start": 25,
      "Stop": 38,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 0.0
    },
    {
      "Start": 2,
      "Stop": 15,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 1.96
    },
    {
      "Start": 25,
      "Stop": 38,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 3.92
    },
    {
      "Start": 2,
      "Stop": 15,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 5.88
    },
    {
      "Start": 25,
      "Stop": 38,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 7.84
    },
    {
      "Start": 2,
      "Stop": 15,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 9.8
    },
    {
      "Start": 25,
      "Stop": 38,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 11.76
    },
    {
      "Start": 2,
      "Stop": 15,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 13.72
    },
    {
      "Start": 25,
      "Stop": 38,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 15.68
    },
    {
      "Start": 2,
      "Stop": 15,
      "Loads": 1,
      "SpeedIps": 14,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 17.64
    },
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 22,
      "TankA": true,
      "TankB": false,
      "Microliter": 60,
      "BuffSpeed": 3,
      "EndDistance": 36.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 36.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 36.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 36.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 36.0
    }
  ],
  "ReverseLoadscreens": [
    {
      "Start": 2,
      "Stop": 38,
      "Loads": 0,
      "SpeedIps": 18,
      "TankA": true,
      "TankB": false,
      "Microliter": 40,
      "BuffSpeed": 3,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    },
    {
      "Start": 0,
      "Stop": 0,
      "Loads": 0,
      "SpeedIps": 0,
      "TankA": false,
      "TankB": false,
      "Microliter": 0,
      "BuffSpeed": 0,
      "EndDistance": 0.0
    }
  ],
  "ReverseDropBrushDistance": 20,
  "ForwardDropBrushDistance": 0,
  "EndOfPatternRaiseBrush": false,
  "Category": "Calibration Patterns",
  "Group": "KEGEL PATTERNS",
  "Logo": 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",
  "Keywords": [
    "reverse-drop-brush",
    "short",
    "sport",
    "hard",
    "flat",
    "36ft",
    "8ml",
    "kegel"
  ],
  "Metadata": {
    "Author": null,
    "Company": null,
    "CreatedOn": "2023-08-01T00:00:00Z",
    "SignaturePNG": null,
    "HashSignature": "nwExkO7pirUdhtYd1usYYN/pjrzZ9FEAAjBMysyeM6Zqqu81VigSODzT3mMkuQ/Mo/JE6bEfRmfvd4NKlpuEWFZvRT5i/M6JACgLDX1Ac2AMIo3z2uWYeZs84pzv1eQg5FLrE8zDMWeuPO0i/qQ36dvApeubWHq8jdz7T/iW5ao="
  }
}